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Highlights from
Numerical Analysis and Graphic Visualization with MATLAB

guidm_10.m GuiDm_10 RGB color demonstration
guidm_10.m GuiDm_10 RGB color demonstration
guidm_11.m GuiDm_11 Editable Text
guidm_11.m GuiDm_11 Editable Text
guidm_12.m GuiDm_12 Results as static text
guidm_12.m GuiDm_12 Results as static text
guidm_16.m GuiDm_16 GUI to show 3D plots
guidm_16.m GuiDm_16 GUI to show 3D plots
guidm_17.m GuiDemo_17
guidm_17.m GuiDemo_17
guidm_18.m GuiDm_18 plots Figure E.17
guidm_18.m GuiDm_18 plots Figure E.17
guidm_3.m GuiDm_3 Displaying numeric value in text.
guidm_3.m GuiDm_3 Displaying numeric value in text.
guidm_4.m GuiDm_4 Combined strings in text.
guidm_4.m GuiDm_4 Combined strings in text.
guidm_5.m GuiDm_5 Demonstration of popup menu.
guidm_5.m GuiDm_5 Demonstration of popup menu.
guidm_6.m
guidm_6.m
guidm_7.m
guidm_7.m
guidm_8.m GuiDm_8 Push Button
guidm_8.m GuiDm_8 Push Button
guidm_9.m GuiDm_9 Check Box
guidm_9.m GuiDm_9 Check Box
APE_rk(La, Lb, Ra, Rb ,C) APE_rk: used in GuiDm_17
APE_rk(La, Lb, Ra, Rb ,C) APE_rk: used in GuiDm_17
Cheby_pw(n) Cheby_pw(n) finds coefficients of the
Cheby_pw(n) Cheby_pw(n) finds coefficients of the
F3m_(y,C,F) function F3m_ is called by L10_10.m
F3m_(y,C,F) function F3m_ is called by L10_10.m
GC_inter(s_lev,i1,j1,i2,j2,x_... GC_inter is called by g_cont.
GC_inter(s_lev,i1,j1,i2,j2,x_... GC_inter is called by g_cont.
I=dbl_exp(f_name,a,b,n) function dbl_exp integrates a function named f_name by the
I=dbl_itg(f_name,c_lo,c_hi,a,... function dbl_itg(f_name,c_lo,c_hi,a,b,m,n) computes
I=dbl_itg(f_name,c_lo,c_hi,a,... function dbl_itg(f_name,c_lo,c_hi,a,b,m,n) computes
Lagran_(x, f, xi) function Lagran_(x, f, xi) interpolates data
Lagran_(x, f, xi) function Lagran_(x, f, xi) interpolates data
M=m_exit(ptp0)
M=m_exit(ptp0)
M=mach(ar,M) Used by guidm_18
M=mach(ar,M) Used by guidm_18
Newt_gr(f_name, x0, xmin, xma... Newt_g(f_name, x0, xmin, xmax, n_points)
Newt_gr(f_name, x0, xmin, xma... Newt_g(f_name, x0, xmin, xmax, n_points)
Newt_itg(f_name, a, b, n) Newt_itg(f_name, a, b, n) integrates a function named by f_name
Newt_itg(f_name, a, b, n) Newt_itg(f_name, a, b, n) integrates a function named by f_name
Newt_n(f_name, x0) Newt_n(f_name, x0) finds a root of a function by
Newt_n(f_name, x0) Newt_n(f_name, x0) finds a root of a function by
Simps_n(f_name, a, b, n) Simps_n(f_name, a, b, n) integrates the function named f_name
Simps_n(f_name, a, b, n) Simps_n(f_name, a, b, n) integrates the function named f_name
Simps_v(f,h) Simps_v(f,h) integrates a function in vector f
Simps_v(f,h) Simps_v(f,h) integrates a function in vector f
[thb,zb]=b_design b_design: used in fan_rot for Fig B.1
[thb,zb]=b_design b_design: used in fan_rot for Fig B.1
[xd,yd,zd]=rotx_(x,y,z,th)
[xd,yd,zd]=rotx_(x,y,z,th)
[xd,yd,zd]=roty_(x,y,z,th)
[xd,yd,zd]=roty_(x,y,z,th)
[xd,yd,zd]=rotz_(x,y,z,phi)
[xd,yd,zd]=rotz_(x,y,z,phi)
arc_(x0,y0, r, deg1,deg2) Used in human_c.m
arc_(x0,y0, r, deg1,deg2) Used in human_c.m
arrow_(w, p1,p2) function arrow draws an arrow sign.
arrow_(w, p1,p2) function arrow draws an arrow sign.
arrow_dot(w, p1,p2) function arrow_d draws an arrow sign by dots.
arrow_dot(w, p1,p2) function arrow_d draws an arrow sign by dots.
battery_(u,w,p0,p1) battery_ : See Chapter 2
battery_(u,w,p0,p1) battery_ : See Chapter 2
bisec_g(f_name, a,c, xmin, xm...
bisec_g(f_name, a,c, xmin, xm...
bisec_n(f_name, a,c) bisec_n(f_name, a,c): bisection method without graphics
bisec_n(f_name, a,c) bisec_n(f_name, a,c): bisection method without graphics
box_(hi, p1,p2) function box_(hi,p1,p2) draws a box.
box_(hi, p1,p2) function box_(hi,p1,p2) draws a box.
c=vxv_(a,b) vxv_(a,b) computes vector product of vector a and vector b.
c=vxv_(a,b) vxv_(a,b) computes vector product of vector a and vector b.
capacit_(u,w, p1,p2) capacit_(u,w, p1,p2) plots a capacitor symbol.
capacit_(u,w, p1,p2) capacit_(u,w, p1,p2) plots a capacitor symbol.
cauchy_d(f_name, z0, k) function Cauchy_d(f_name, z0, k) evaluates k-th derivative of
cauchy_d(f_name, z0, k) function Cauchy_d(f_name, z0, k) evaluates k-th derivative of
cav_plot Plots a natural convection flow pattern on the cover
cav_plot Plots a natural convection flow pattern on the cover
circle_(x0,y0,r)
circle_(x0,y0,r)
coil_a(n,u,w, p1,p2) function coil_a(n,u,w, p1,p2) plots a traditional coil symbol.
coil_a(n,u,w, p1,p2) function coil_a(n,u,w, p1,p2) plots a traditional coil symbol.
coil_b(n,u,w, p1,p2) function coil_b plots a coil symbol in a contemporary
coil_b(n,u,w, p1,p2) function coil_b plots a coil symbol in a contemporary
damper_(w,p0,p1); function damper_ plots(w,p0,p1) a damper symbol.
damper_(w,p0,p1); function damper_ plots(w,p0,p1) a damper symbol.
delta_(B) function delta_.m is called by function stret_.m
delta_(B) function delta_.m is called by function stret_.m
dem_bs(x) Used in FM 7-2 to demonstrate bisec_g.m
dem_bs(x) Used in FM 7-2 to demonstrate bisec_g.m
dummy=happy_f.5.m
dummy=happy_f1
dummy=happy_f2
dummy=happy_f3
dummy=happy_f4.m
dummy=happy_f6
dummy=happy_f7
dummy=happy_f8.m
dummy=happy_f9 nose hole
dummy=tri_cont(tri_data,xy_da... function tri_cont plots contour on a triangula mesh.
dummy=tri_cont(tri_data,xy_da... function tri_cont plots contour on a triangula mesh.
ellip_(x0,y0,rx,ry)
ellip_(x0,y0,rx,ry)
eqn_1(x) Used in FM7-3 to demonstrate Newt_n
eqn_1(x) Used in FM7-3 to demonstrate Newt_n
eqn_w3(x) Used in bisec_n. Copyright S. Nakamura, 1995
eqn_w3(x) Used in bisec_n. Copyright S. Nakamura, 1995
f=two_eyes(phi,eyeangle, x0,y... two-eyes(phi,eyeangle, x0,y0,z0,width) draws two eyes
f=two_eyes(phi,eyeangle, x0,y... two-eyes(phi,eyeangle, x0,y0,z0,width) draws two eyes
f_def(y, t) Used in L10_3
f_def(y, t) Used in L10_3
f_f1(x,y) Used in Example 7.9; see L7_3
f_f1(x,y) Used in Example 7.9; see L7_3
f_f2(x,y) Used in Example 7.9; see L7_3
f_f2(x,y) Used in Example 7.9; see L7_3
f_shoot(y,x,a,b) function f_shoot is called by List10_12.m.
f_shoot(y,x,a,b) function f_shoot is called by List10_12.m.
f_sm(y,t,a,b) Used in Example 10.17; L10_12
f_sm(y,t,a,b) Used in Example 10.17; L10_12
f_x10_9(y, RL, EL)
f_x10_9(y, RL, EL)
fun_dbl( x, y) Sample function used in dbl_itg.
fun_dbl( x, y) Sample function used in dbl_itg.
fun_dbx(x) function fun_dbx defines a sample function used in
fun_dbx(x) function fun_dbx defines a sample function used in
g_cont(x, y, f, s) function g_cont plots a curvilinear grid or
g_cont(x, y, f, s) function g_cont plots a curvilinear grid or
gauss_q(f_name, a, b, n) function gauss_q integrates a function named by f_name
gauss_q(f_name, a, b, n) function gauss_q integrates a function named by f_name
h_captf(p1,p2, Body, ... h_captf: used in human_c or f2_36
h_captf(p1,p2, Body, ... h_captf: used in human_c or f2_36
human_(p1,p2, Body, ... function human_ draws a sketch of a human.
human_(p1,p2, Body, ... function human_ draws a sketch of a human.
insect_(p1,p2) function insect_(p1,p2) draws an insect figure.
insect_(p1,p2) function insect_(p1,p2) draws an insect figure.
legen_pw(n) function legen_pw(n) finds the coefficients of a
legen_pw(n) function legen_pw(n) finds the coefficients of a
line_(p1,p2) line_(p1,p2) plots a line from point p1 to p2
line_(p1,p2) line_(p1,p2) plots a line from point p1 to p2
line_dot(p1,p2) line_dot(p1,p2) plots a dotted line from point p1 to p2
line_dot(p1,p2) line_dot(p1,p2) plots a dotted line from point p1 to p2
poly_add(p1,p2) poly_add(p1,p2) adds two polynomials, p1 and p2,
poly_add(p1,p2) poly_add(p1,p2) adds two polynomials, p1 and p2,
poly_drv(xd,yd,a)
poly_drv(xd,yd,a)
poly_itg(p) poly_itg(p) integrates a polynomial p which is
poly_itg(p) poly_itg(p) integrates a polynomial p which is
resist_(n,u,w, p1,p2)
resist_(n,u,w, p1,p2)
s=stret_(n,L,ds0,ds1) function stret_(n,L,ds0,ds1) distributes points with
s=stret_(n,L,ds0,ds1) function stret_(n,L,ds0,ds1) distributes points with
shape_pw(x) shape_pw(x) converts a shape function in the
shape_pw(x) shape_pw(x) converts a shape function in the
spring_(n,u,w, p1,p2)
spring_(n,u,w, p1,p2)
switch_(u, w, p1,p2)
switch_(u, w, p1,p2)
task_1(h,k) task_1.m is used in guidm_5 and _6
task_1(h,k) task_1.m is used in guidm_5 and _6
td_data function td_data prepares demonstration input
td_data function td_data prepares demonstration input
trapez_g(f_name, a, b, n) function trapez_g: same as trpez_n except this
trapez_g(f_name, a, b, n) function trapez_g: same as trpez_n except this
trapez_n(f_name, a, b, n) trapez_n(f_name, a, b, n) integrates a function, f_name
trapez_n(f_name, a, b, n) trapez_n(f_name, a, b, n) integrates a function, f_name
trapez_v(f, h) function trapez_v(f,h) integrates a function defined in
trapez_v(f, h) function trapez_v(f,h) integrates a function defined in
tri_diag(a,b,c,d,n) tri_diag(a,b,c,d,n) solves a tridiagonal equation.
tri_diag(a,b,c,d,n) tri_diag(a,b,c,d,n) solves a tridiagonal equation.
tri_grid(tri_d, xy_d, y_scale) function tri_grid plots a triangular mesh.
tri_grid(tri_d, xy_d, y_scale) function tri_grid plots a triangular mesh.
upp_lim( x) Upper limit function used in dbl_itg.
upp_lim( x) Upper limit function used in dbl_itg.
wall_ht(T1) Used in Example 7.4
wall_ht(T1) L7_2: see function wall_ht in Example 7.4
wall_ht(T1) Used in Example 7.4
wall_ht(T1) L7_2: see function wall_ht in Example 7.4
wing_ wing_ generates a wing data used in plane_
wing_ wing_ generates a wing data used in plane_
y =low_lim( x) Lower limit function used in dbl_itg.
y =low_lim( x) Lower limit function used in dbl_itg.
aft_shk.m
aft_shk.m
ape_circ.m
ape_circ.m
blasius_.m
blasius_.m
col_bar.m
col_bar.m
diff_fnd.m
diff_fnd.m
disk_edg.m
disk_edg.m
disk_ptn.m
disk_ptn.m
edge_dif.m
edge_dif.m
f10_1.m
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Numerical Analysis and Graphic Visualization with MATLAB

by Shoichiro Nakamura

28 Aug 2002 (Updated 30 Aug 2002)

Companion Software

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File Information
Description	Written for courses in numerical methods, this text introduces the use of MATLAB in numerical analysis.
MATLAB release	MATLAB 5.2 (R10)

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Everyone's Tags	companion software, graphic visualization, mathematics(2), matlab, numerical analysis
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Comments and Ratings (16)
18 May 2003	alex harijanto
11 Jul 2003	Ruggero Pellegrin	Excellent book, lots of examples and useful scripts
23 Oct 2003	Antonio Diaz Arriaga
30 Oct 2003	sad asdad	sd
30 Oct 2003	Ë¹µÙ·Ò Ë¹µÙ·Ò	²»ÈÏÊ¶ÖÐÎÄ°¡
22 Nov 2003	guo ru	Can all problems in the design of graphics be solved by matlab and some methods in your books NAGV ? Can you improve the last appenix in your another books ?
09 Jan 2004	Alexander franco
31 Mar 2004	xiao forest	it is too hard .Please write it by a easy way.
21 May 2004	sdf dfadsfa	d
26 Jul 2004	pepe lopez	Hi!, where can I find all the Nakamura's book problems solutions?... please tell me!.
01 Sep 2004	pepe lopez	Venezuela, por fin una pagina dedicada a FLASH para nuestra gente... comaexperimental: www.freewebs.com/comaexperimental
27 Oct 2004	Tim Su	can someone help me!!sent the solutions of the problems in this excellent book.Thank you!! mytim@pchome.com.tw
25 Oct 2005	Rafael Iwamura
02 Oct 2007	super man	somebody help me I need that solution of "numerical analysis and graphic visualization with matlab" please, I got trouble, please, sent me solution it's gonna be alright bring it all backto you anyway, carry on~ carry on~
30 Dec 2007	saeed tabatabaee
25 Jul 2009	Juan Carlos	Excellent book, congratulation...

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Tag	Applied By	Date/Time
mathematics	Shoichiro Nakamura	22 Oct 2008 06:50:41
numerical analysis	Shoichiro Nakamura	22 Oct 2008 06:50:41
graphic visualization	Shoichiro Nakamura	22 Oct 2008 06:50:41
companion software	Shoichiro Nakamura	22 Oct 2008 06:50:41
matlab	Shoichiro Nakamura	22 Oct 2008 06:50:41
mathematics	wong	30 Jun 2011 18:40:04

Highlights from Numerical Analysis and Graphic Visualization with MATLAB

Numerical Analysis and Graphic Visualization with MATLAB

Highlights from
Numerical Analysis and Graphic Visualization with MATLAB